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Mechanical metric for skeletal biomechanics derived from spectral analysis of stiffness matrix
by
Hammer, Niels
, Hájek, Petr
, Kuchař, Michal
, Henyš, Petr
in
631/57/1464
/ 631/57/2266
/ 692/308
/ 692/698
/ Algorithms
/ Biomechanical Phenomena
/ Biomechanics
/ Biophysics
/ Bone and Bones
/ Bones
/ Boundary conditions
/ Deformation
/ Eigenvalues
/ Female
/ Finite Element Analysis
/ Finite element method
/ Humanities and Social Sciences
/ Humans
/ Informatics
/ Load
/ Male
/ Mechanical loading
/ Mechanical Phenomena
/ Mechanical properties
/ Models, Theoretical
/ multidisciplinary
/ Osteoporosis
/ Pelvis
/ Science
/ Science (multidisciplinary)
/ Spectral analysis
/ Spectrum Analysis - methods
/ Standard deviation
/ Trauma
2021
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Mechanical metric for skeletal biomechanics derived from spectral analysis of stiffness matrix
by
Hammer, Niels
, Hájek, Petr
, Kuchař, Michal
, Henyš, Petr
in
631/57/1464
/ 631/57/2266
/ 692/308
/ 692/698
/ Algorithms
/ Biomechanical Phenomena
/ Biomechanics
/ Biophysics
/ Bone and Bones
/ Bones
/ Boundary conditions
/ Deformation
/ Eigenvalues
/ Female
/ Finite Element Analysis
/ Finite element method
/ Humanities and Social Sciences
/ Humans
/ Informatics
/ Load
/ Male
/ Mechanical loading
/ Mechanical Phenomena
/ Mechanical properties
/ Models, Theoretical
/ multidisciplinary
/ Osteoporosis
/ Pelvis
/ Science
/ Science (multidisciplinary)
/ Spectral analysis
/ Spectrum Analysis - methods
/ Standard deviation
/ Trauma
2021
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Mechanical metric for skeletal biomechanics derived from spectral analysis of stiffness matrix
by
Hammer, Niels
, Hájek, Petr
, Kuchař, Michal
, Henyš, Petr
in
631/57/1464
/ 631/57/2266
/ 692/308
/ 692/698
/ Algorithms
/ Biomechanical Phenomena
/ Biomechanics
/ Biophysics
/ Bone and Bones
/ Bones
/ Boundary conditions
/ Deformation
/ Eigenvalues
/ Female
/ Finite Element Analysis
/ Finite element method
/ Humanities and Social Sciences
/ Humans
/ Informatics
/ Load
/ Male
/ Mechanical loading
/ Mechanical Phenomena
/ Mechanical properties
/ Models, Theoretical
/ multidisciplinary
/ Osteoporosis
/ Pelvis
/ Science
/ Science (multidisciplinary)
/ Spectral analysis
/ Spectrum Analysis - methods
/ Standard deviation
/ Trauma
2021
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Mechanical metric for skeletal biomechanics derived from spectral analysis of stiffness matrix
Journal Article
Mechanical metric for skeletal biomechanics derived from spectral analysis of stiffness matrix
2021
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Overview
A new metric for the quantitative and qualitative evaluation of bone stiffness is introduced. It is based on the spectral decomposition of stiffness matrix computed with finite element method. The here proposed metric is defined as an amplitude rescaled eigenvalues of stiffness matrix. The metric contains unique information on the principal stiffness of bone and reflects both bone shape and material properties. The metric was compared with anthropometrical measures and was tested for sex sensitivity on pelvis bone. Further, the smallest stiffness of pelvis was computed under a certain loading condition and analyzed with respect to sex and direction. The metric complements anthropometrical measures and provides a unique information about the smallest bone stiffness independent from the loading configuration and can be easily computed by state-of-the-art subject specified finite element algorithms.
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